The interaction of hydrophobic molecules in water is due more to an attempt by the hydrophobic molecules to avoid the water molecules than an attraction of the hydrophobic molecules for each other
A. true B. false
Answer: A
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
Tube feet of sea stars are used for feeding in addition to locomotion
Indicate whether the statement is true or false
Bacteria: Quick-Change Artists?
What will be an ideal response?
A patient with leukemia has blood cells that are not dividing properly and are out of control. Treatment consists of a bone marrow transplant. How would this help?
What will be an ideal response?